Найдите сумму первых 6 членов геометрической прогрессии 32/27, 16/9
32/27;16/9.... b1=32/27 b2/b1=q=16/9*27/32= 3/2 s6=(32/27)(q⁶-1)/(q-1) s6= (32/27)(729/64-1)/(3/2-1)=2*32/27*665/64=665/27=24 17/27
Q=b2/b1=16/9•27/32=(16•27)/(9•32)= =3/2 S6=b1•(q^5–1)/(q–1)= =32/27•(243/32–1)/(1/2)= =(32/27•211/32)/(1/2)= =(32•211•2)/(27•32)=422/27=15 17/27